Hertzsprung-Russell Diagram Basics Revision Notes | A Level AQA Physics
The Hertzsprung-Russell diagram plots stars' absolute magnitude against surface temperature or spectral class, from O on the left to M. 11 questions answered.
Updated 12 Sept 2026 · Revise Right Team
Hertzsprung-Russell Diagram Basics is part of Classification of stars (A-level only) in A Level AQA Physics.
8 min
Reading time
23
Lessons in this topic
A Level AQA
Pathway
Reviewed by Revise Right
Content review
What this lesson covers
The Hertzsprung-Russell diagram plots stars' absolute magnitude against surface temperature or spectral class, from O on the left to M. 11 questions answered.
Describe the general shape of the Hertzsprung-Russell diagram, identifying the main sequence, giant, supergiant, and dwarf regions
Explain the physical significance of the axes, including absolute magnitude scale from -10 to +15 and temperature scale from 50 000 K to 2 500 K (or spectral class OBAFGKM)
Locate the Sun on the HR diagram and justify its classification as a main sequence star
Compare the properties of stars in different regions of the HR diagram, including luminosity, temperature, and size
Key ideas to keep in view
Use this lesson to stay inside Classification of stars (A-level only) while connecting the detail back to the wider Astrophysics (A-level only) topic.
Hertzsprung-Russell (HR) Diagram: A scatter plot of stars that maps absolute magnitude (or luminosity) against surface temperature (or spectral class), revealing distinct groupings that correspond to different stages of stellar evolution.
Absolute Magnitude: A measure of a star's intrinsic brightness, defined as the apparent magnitude it would have if placed at a standard distance of 10 parsecs. Scale runs from approximately -10 (most luminous) to +15 (least luminous), with lower numbers indicating greater brightness.
Spectral Class: A classification system for stars based on their surface temperature, ordered O, B, A, F, G, K, M from hottest to coolest. Each class corresponds to a characteristic temperature range and set of absorption lines in the star's spectrum.
Main Sequence: The diagonal band running from top-left to bottom-right on the HR diagram, where stars spend the majority of their lives fusing hydrogen to helium in their cores. The Sun is a main sequence star of spectral class G.
Revision notes
Read the core explanations from Hertzsprung-Russell Diagram Basics before testing yourself from memory.
1. Why the HR Diagram Changed Everything
In the early twentieth century, astronomers had catalogued thousands of stars but could not see the pattern. Then Ejnar Hertzsprung and Henry Norris Russell independently plotted stellar brightness against surface temperature — and the universe organised itself into a picture. That picture is the HR diagram, and it remains one of the most powerful tools in astrophysics.
At A-level, you need to do more than recognise the diagram. You need to read it fluently — knowing which axis means what, where specific star types sit, and what the position of a star tells you about its physical properties. This lesson builds that fluency from the ground up.
2. Reading the Axes: Magnitude, Temperature, and Spectral Class
The vertical axis shows absolute magnitude, running from about -10 at the top to +15 at the bottom. Here is the catch that trips up almost every student: the scale is inverted. A star with absolute magnitude -10 is enormously more luminous than one with magnitude +15. Brighter stars sit higher on the diagram.
The horizontal axis shows surface temperature, running from 50 000 K on the left to 2 500 K on the right. This axis is also inverted compared to what you might expect: the hottest stars are on the left, the coolest on the right. Temperature and spectral class are two ways of labelling the same axis — spectral class O, B, A, F, G, K, M maps directly onto the temperature scale from hottest to coolest.
Spectral Class
Approximate Temperature (K)
Colour
O
30 000 – 50 000
Blue
B
10 000 – 30 000
Blue-white
A
7 500 – 10 000
White
F
6 000 – 7 500
Yellow-white
G
5 000 – 6 000
Yellow
K
3 500 – 5 000
Orange
M
2 500 – 3 500
Red
A useful mnemonic for the spectral sequence is Oh Be A Fine Girl/Guy, Kiss Me. More importantly, remember that this sequence runs left to right across the HR diagram — O-type stars appear on the far left, M-type stars on the far right.
With both axes understood, you are ready to look at what the diagram actually shows — and the pattern is striking. Stars do not scatter randomly across the plot. They cluster into distinct regions, each corresponding to a different type of star.
3. The General Shape: Main Sequence, Giants, and Dwarfs
Picture the HR diagram as a canvas. The most prominent feature is a broad diagonal band stretching from the top-left corner (hot, luminous) to the bottom-right corner (cool, faint). This is the main sequence, and it contains the vast majority of stars — including our Sun.
Above and to the right of the main sequence sit the giants and supergiants. These stars are cool (hence their red or orange colour) but enormously luminous — which means they must be physically huge to radiate so much energy from a relatively cool surface. A red supergiant like Betelgeuse has a radius hundreds of times larger than the Sun's.
Below and to the left of the main sequence sit the white dwarfs. These are hot stars — surface temperatures can exceed 25 000 K — but they are very faint. The only way a hot object can be faint is if it is very small. White dwarfs are roughly Earth-sized remnants of stars that have exhausted their nuclear fuel.
The key insight here is that position on the HR diagram encodes size as well as temperature and luminosity. Two stars can share the same surface temperature but have very different luminosities — which means they must differ enormously in radius. This is why giants and main sequence stars of the same spectral class appear in different parts of the diagram.
4. The Sun's Position and What It Tells Us
The Sun sits comfortably on the main sequence, roughly in the middle of the diagram. Its surface temperature is approximately 5 800 K, placing it in spectral class G. Its absolute magnitude is approximately +4.8, making it a moderately luminous star — neither among the brightest nor the faintest.
This position tells us something important: the Sun is an ordinary, stable, hydrogen-fusing star. It is not particularly massive, not particularly hot, and not in any extreme evolutionary phase. On the cosmic scale, it is reassuringly average — which is precisely why it has been stable enough to support life on Earth for billions of years.
Knowing the Sun's position also gives you a reference point for comparing other stars. When an exam question asks you to describe where a red giant sits relative to the Sun, you can anchor your answer: the red giant is above and to the right of the Sun's position, with a lower surface temperature but much higher luminosity.
5. Interpreting Star Properties from HR Diagram Position
Reading the HR diagram is a skill that rewards careful reasoning. Given a star's position, you can deduce its temperature, luminosity, and relative size — even without being told directly. The logic runs as follows: temperature is read from the horizontal axis, luminosity from the vertical axis, and size is inferred from the combination of the two.
Consider two stars both at spectral class K (surface temperature around 4 000 K). One sits on the main sequence with absolute magnitude +7; the other sits in the giant region with absolute magnitude 0. Both are equally cool, but the giant is far more luminous. Since luminosity depends on both surface temperature and surface area, a cooler but more luminous star must have a much larger surface area — and therefore a much larger radius.
Worked example: Reasoning About Star Size from HR Diagram Position
Star X has spectral class M and absolute magnitude -2. Star Y has spectral class M and absolute magnitude +12. Both are the same temperature. Compare their sizes and classify each star.
Both stars are spectral class M, so both have surface temperatures in the range 2 500 – 3 500 K. — Spectral class M is the coolest category on the OBAFGKM sequence. Same spectral class means same surface temperature.
Star X: absolute magnitude -2 (near top of diagram, very luminous). Star Y: absolute magnitude +12 (near bottom of diagram, very faint). — Remember the inverted scale: lower (more negative) absolute magnitude means greater luminosity. Star X is far more luminous than Star Y despite identical temperatures.
Luminosity $\propto$ surface area $\times$ (temperature)$^4$. Since temperature is the same for both stars, the difference in luminosity must come entirely from a difference in surface area, and therefore radius. — Star X must have a vastly larger radius than Star Y to radiate so much more energy at the same surface temperature. This is the key reasoning step examiners look for.
Star X: cool, very luminous, very large — this is a red supergiant, positioned in the top-right of the HR diagram. Star Y: cool, very faint, very small — this is a red dwarf (lower main sequence star), positioned in the bottom-right. — Position on the HR diagram directly encodes physical classification. Absolute magnitude -2 with spectral class M is characteristic of a supergiant; absolute magnitude +12 with spectral class M is characteristic of a faint main sequence or dwarf star.
Answer: Star X is a red supergiant (top-right of HR diagram): cool but enormously luminous and physically huge. Star Y is a faint red dwarf on the lower main sequence (bottom-right): equally cool but very faint and physically small.
This reasoning — connecting temperature, luminosity, and size through the Stefan-Boltzmann relationship — is the conceptual engine behind the HR diagram. You do not need to perform the full calculation at this point, but you do need to articulate the logic clearly in exam answers.
6. Comparing Star Types: A Structured Overview
Now that the individual regions are clear, it helps to compare them side by side. This is the kind of comparison an examiner might ask you to perform with the command word 'compare' — which requires you to address both similarities and differences explicitly.
Star Type
HR Diagram Region
Absolute Magnitude Range
Temperature Range
Relative Size
Main sequence (O-type)
Top-left
-5 to -1
30 000 – 50 000 K
Large
Main sequence (G-type, like Sun)
Middle
+4 to +6
5 000 – 6 000 K
Medium
Main sequence (M-type)
Bottom-right
+9 to +15
2 500 – 3 500 K
Small
Red giants
Middle-right
-1 to +3
3 500 – 5 000 K
Very large
Red supergiants
Top-right
-5 to -8
2 500 – 4 000 K
Enormous
White dwarfs
Bottom-left
+10 to +15
8 000 – 40 000 K
Very small
Notice that white dwarfs and faint main sequence stars can overlap in absolute magnitude (both around +10 to +15), but they occupy very different temperature ranges. White dwarfs are hot; faint main sequence stars are cool. Temperature is what separates them on the horizontal axis.
7. Exam Technique: Getting Full Marks on HR Diagram Questions
HR diagram questions appear regularly in AQA A-level astrophysics papers, and they test a specific set of skills. The most common command words are 'describe', 'explain', 'compare', and 'suggest'. Each demands a different response structure.
When asked to describe the HR diagram, focus on what you observe: the diagonal main sequence band, the giant/supergiant region above and to the right, and the white dwarf region below and to the left. State the axis ranges explicitly — absolute magnitude from -10 to +15, temperature from 50 000 K to 2 500 K — because these are specification details that earn marks.
When asked to explain why a star occupies a particular region, you need cause and effect. Do not just state the position — link it to the physical properties. For example: 'The star is in the white dwarf region because it has a high surface temperature but low luminosity, indicating a very small radius consistent with a stellar remnant that has exhausted its nuclear fuel.'
The HR diagram is not a static picture to memorise — it is a reasoning tool. Every position on it encodes a story about a star's temperature, luminosity, and size. Master the axes, fix the Sun's position as your reference point, and practise moving between diagram coordinates and physical descriptions. That fluency is what separates a good answer from a full-mark answer.
Sources and content standards
Published by Revise Right. Use the official specification reference to check the requirements for your course. Content updated: 2026-09-12.
The Hertzsprung-Russell (HR) diagram plots stars' absolute magnitude, from about -10 at the top to +15 at the bottom, against surface temperature, from 50 000 K on the left to 2 500 K on the right, or spectral class O to M. Both axes are inverted: brighter stars sit higher and hotter stars sit nearer the left.
What is the main sequence?
The main sequence is the diagonal band on the HR diagram, from hot, luminous O-type stars at the top-left to cool, faint M-type stars at the bottom-right, where stars are in the stable phase of hydrogen fusion in their cores. Stars spend most of their lives on it, and it contains the vast majority of stars, including the Sun.
Where is the Sun on the HR diagram?
The Sun sits roughly in the middle of the main sequence, with a surface temperature of about 5 800 K (spectral class G) and an absolute magnitude of about +4.8. This shows it is an ordinary, stable, hydrogen-fusing star, and it gives a reference point: a red giant, for example, is cooler but far more luminous than the Sun.
What is the mnemonic for spectral classes?
A common mnemonic for the spectral class sequence O, B, A, F, G, K, M is Oh Be A Fine Girl/Guy, Kiss Me. The sequence runs from the hottest O-type stars on the left of the HR diagram to the coolest M-type stars on the right.
Where are giants, supergiants and white dwarfs on the HR diagram?
The main sequence is a diagonal band from top-left (hot, luminous) to bottom-right (cool, faint). Giants and supergiants sit higher and to the right of it, being cool but enormously luminous and therefore huge. White dwarfs sit lower and to the left: hot but very faint, so very small, roughly Earth-sized remnants.
How can you tell a star's size from the HR diagram?
Luminosity depends on surface area × temperature⁴, so two stars of the same temperature but different luminosity must differ in radius. An M-class star at absolute magnitude -2 must be vastly larger than one at +12: the first is a red supergiant in the top-right, the second a faint red dwarf on the lower main sequence.
What are the axes of the HR diagram?
The HR diagram plots absolute magnitude on the vertical axis, from about −10 at the top to +15 at the bottom, against surface temperature on the horizontal axis, from 50 000 K on the left to 2 500 K on the right. Both scales are inverted: brighter stars sit higher and hotter stars sit more to the left.
What are the temperature ranges of the spectral classes?
Approximate spectral class temperatures are O 30 000–50 000 K, B 10 000–30 000 K, A 7 500–10 000 K, F 6 000–7 500 K, G 5 000–6 000 K, K 3 500–5 000 K and M 2 500–3 500 K. The sequence runs from left to right across the HR diagram.
Why are white dwarfs hot but faint?
White dwarfs are hot but faint because they are very small: their surface temperatures can exceed 25 000 K, yet they are roughly Earth-sized remnants of stars that have exhausted their nuclear fuel. The only way a hot object can be faint is if it is very small.
Who made the HR diagram?
The HR diagram is named after Ejnar Hertzsprung and Henry Norris Russell, who independently plotted stellar brightness against surface temperature in the early twentieth century. Their plots showed that stars cluster into distinct regions rather than scattering randomly.
What is the difference between a red supergiant and a red dwarf?
A red supergiant and a red dwarf can share spectral class M and the same surface temperature, yet the supergiant, at absolute magnitude around −2, is far more luminous than the dwarf at around +12. With equal temperatures, that difference must come from radius, so the supergiant is vastly larger.